MATH 1075 Lecture 18: MATH 1075 Lec 18

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We say that the variable y varies directly with the variable x or y is directly proportional to x. In this case, an increase in magnitude of one variable will cause an increase in magnitude of the other variable: inverse variation: y = k x. We say that the variable y varies inversely as the variable x or y is inversely proportional to x. In this case, an increase in magnitude of one variable will cause a decrease in magnitude of the other variable: joint variation: y = kxz. We say that the variable y varies jointly as the variables x and z or y is jointly proportional to x and z. The constant k 6= 0 is called the constant of proportionality or the constant of variation. Example 1 state the type of variation and the constant of variation k in each case: (a) y = (b) s = x. Nw 770mt k 23 (e) 24 = 4xy.

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